Definitions from Wiktionary (Dickson's conjecture)
▸ noun: (number theory) The conjecture that, for a finite set of linear forms a₁ + b₁n, a₂ + b₂n, ..., aₖ + bₖn with bᵢ ≥ 1, there are infinitely many positive integers n for which they are all prime, unless there is a congruence condition preventing this.
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▸ noun: (number theory) The conjecture that, for a finite set of linear forms a₁ + b₁n, a₂ + b₂n, ..., aₖ + bₖn with bᵢ ≥ 1, there are infinitely many positive integers n for which they are all prime, unless there is a congruence condition preventing this.
▸ Words similar to Dickson's conjecture
▸ Usage examples for Dickson's conjecture
▸ Idioms related to Dickson's conjecture
▸ Wikipedia articles (New!)
▸ Words that often appear near Dickson's conjecture
▸ Rhymes of Dickson's conjecture
▸ Invented words related to Dickson's conjecture